Raghu covered 14 km to complete 2\3 of his journey how much distance is still left to be covered
Answers
Answer:
Step-by-step explanation:
Let the total distance be X.
According to the question Raghu covers 14 kms which is only 2/3 rd of the total distance of the journey.
∴ X-2/3 of X= X-14 kms.
( Here X-2/3 of X represents the balance distance left to cover which is equal to X- 14kms. As X represents the the total distance and 14 kms as the 2/3 rd distance.)
Solving the above equation
X-2/3 of X= X-14
∴ (3X- 2X)/3 = X-14
∴ 3X-2X= 3X-42
∴ 3X-2X-3X=-42
∴-2X= -42
∴ X = 21
The total distance X is 21 kms.
Out of which Raghu covered 14 kms.
Therefore the balance distance is 21 kms- 14 kms = 7 Kms.
Hope this helps.
Step-by-step explanation:
Let the total distance be x .
According to Question ,
2/3 × x = 14
2x/3 = 14
2x = 14×3
2x = 42
x = 42/2 = 21
TOTAL DISTANCE COVERED = 21
2/3 × 21 = 14 KM COVERED ALREADY
SO , TOTAL DISTANCE - COVERED DISTANCE
21 - 14 = 7 KM IS STIL TO COVER
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